Add to ORKGNesta dissertação estudamos extensões pn-cíclicas de um anel comutativo R de característica p, com p primo, via vetores de Witt. Além disso damos uma descrição Z/pnZ - módulo Tn(Z/pn Z, R) das classes de isomorfismos de extensões pn- cíclicas de R.In this dissertation we atudy cyclic pn-extensions af a commutative ring R of characteriatic p (where p is a prime integer) via Witt vectors. Moreover, we give a descript.ion of the Z/pnZ-module Tn(7L/pn Z, R) o{ the Úlomorphism classes of cyclic pn -extensions of R
AbstractWe study cyclic codes of arbitrary length N over the ring of integers modulo M. We first red...
The ring of Witt vectors W R over a base ring R is an important tool in algebraic number theory and ...
Abstract. Relations between the following classes of Galois extensions are given: (1) cen-trally pro...
Nesta dissertação estudamos extensões pn-cíclicas de um anel comutativo R de característica p, com p...
We study Z(p)-extensions of a commutative ring R. Some general properties corresponding to the finit...
AbstractWe study Zp-extensions of a commutative ring R. Some general properties corresponding to the...
For a number field K and a prime number p we denote by BP_K the compositum of the cyclic p-extension...
AbstractLet K be a number field, l a prime number, ζl a primitive l-th root of unity and Kz = K(ζl)....
In 1947 Šafarevic ̌ initiated the study of Galois groups of maximal p-extensions of fields with the...
International audienceLet p be a prime number, and let K/k be a finite Galois extension of number fi...
AbstractSuppose, K is a number field, and p is an odd prime. Setting RK = DK[p−1] with DK being the ...
AbstractIf k is a perfect field of characteristic p ≠ 0 and k(x) is the rational function field over...
Let p be a prime and suppose that K/F is a cyclic extension of degree p n with group G. Let J be the...
In this paper we give an explicit and elementary construction of the group of all cyclic extensions ...
73 pages. Many improvements, developments and minor corrections. New numerical examplesWe examine th...
AbstractWe study cyclic codes of arbitrary length N over the ring of integers modulo M. We first red...
The ring of Witt vectors W R over a base ring R is an important tool in algebraic number theory and ...
Abstract. Relations between the following classes of Galois extensions are given: (1) cen-trally pro...
Nesta dissertação estudamos extensões pn-cíclicas de um anel comutativo R de característica p, com p...
We study Z(p)-extensions of a commutative ring R. Some general properties corresponding to the finit...
AbstractWe study Zp-extensions of a commutative ring R. Some general properties corresponding to the...
For a number field K and a prime number p we denote by BP_K the compositum of the cyclic p-extension...
AbstractLet K be a number field, l a prime number, ζl a primitive l-th root of unity and Kz = K(ζl)....
In 1947 Šafarevic ̌ initiated the study of Galois groups of maximal p-extensions of fields with the...
International audienceLet p be a prime number, and let K/k be a finite Galois extension of number fi...
AbstractSuppose, K is a number field, and p is an odd prime. Setting RK = DK[p−1] with DK being the ...
AbstractIf k is a perfect field of characteristic p ≠ 0 and k(x) is the rational function field over...
Let p be a prime and suppose that K/F is a cyclic extension of degree p n with group G. Let J be the...
In this paper we give an explicit and elementary construction of the group of all cyclic extensions ...
73 pages. Many improvements, developments and minor corrections. New numerical examplesWe examine th...
AbstractWe study cyclic codes of arbitrary length N over the ring of integers modulo M. We first red...
The ring of Witt vectors W R over a base ring R is an important tool in algebraic number theory and ...
Abstract. Relations between the following classes of Galois extensions are given: (1) cen-trally pro...